Stress-dependent frequency response of conductive granular materials

C. Zhai, D. Hanaor, G. Proust, Y. Gan
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引用次数: 4

Abstract

Electrical networks of randomly distributed resistors, capacitors, and inductors have been observed to exhibit intrinsic electrical characteristics that show power law behavior with respect to the frequency of the electrical signal applied. To examine these scaling laws, we present an experimental investigation of the stress-dependent electrical properties of randomly packed spheres of stainless steel, subjected to various conditions of compressive force. We considered two types of spheres exhibiting different dimensions, in order to have different inter-particle forces, which govern interfacial electrical properties, at a given stress. The frequency-dependent conductance and impedance of packed beds are found to demonstrate power-law relationships within a certain range of frequency. The absolute value of the exponent of the observed power function varies with the applied stress. The capacitive-to-inductive phase transition was observed as load increased, and was found to depend on the applied stress level and surface-to-volume ratio. The approach of equivalent network circuit was developed to describe the variation of macroscopic impedance at various frequencies. This study provides an insight into the characteristic electrical behaviors of conductive granular materials.
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导电颗粒材料的应力相关频率响应
随机分布的电阻器、电容器和电感的电网络已被观察到表现出固有的电特性,这些特性与所施加的电信号频率有关。为了检验这些标度规律,我们提出了一个实验研究的应力依赖的电学性能随机填充的不锈钢球,受到各种条件的压缩力。我们考虑了两种表现出不同尺寸的球体,以便在给定应力下具有不同的粒子间力,这决定了界面电学性质。在一定频率范围内,填料层的电导和阻抗随频率变化呈幂律关系。观测到的幂函数指数的绝对值随外加应力的变化而变化。当负载增加时,观察到容感性相变,并且发现这取决于施加的应力水平和表面与体积比。提出了等效网络电路的方法来描述各频率下宏观阻抗的变化。本研究对导电颗粒材料的电学特性有了深入的了解。
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